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Construct an operating statement (from Gross Sales to Net Sales to Net Profit) f

ID: 2427626 • Letter: C

Question

Construct an operating statement (from Gross Sales to Net Sales to Net Profit) from the following data and compute the gross margin percentage. [Remember, Net Sales typically represents 100% on the Income Statement and every line item on the statement is a percentage of Net Sales. These operating ratios are important analytical tools for measuring operating performance.]

Purchases at billed cost                     $15,000

Net sales                                          30,000

Sales returns and allowances             200

Cash discounts given                                300

Cash discounts earned                              100

Rent                                                    1,500

Salaries                                                6,000

Opening inventory at cost                  10,000

Advertising                                              600

Other expenses                                     2,000

Closing inventory at cost                        7,500

Explanation / Answer

Statement showing computations Particulars Amount % of Net Sales Gross Sales                      30,500.00 Sales Returns and Allowances                            200.00 CashDiscount Given                            300.00 Net Sales                      30,000.00 Purchases at billed cost                         15,000.00 50.00% Cash discounts earned                            100.00 0.33% Net Purchases                      14,900.00 49.67% Opening Inventory                      10,000.00 33.33% Closing Inventory                        7,500.00 25.00% Gross Margin = Sales + Closing Inv - Purchases - Opening Inv                      12,600.00 42.00% Rent                        1,500.00 5.00% Salaries                        6,000.00 20.00% Advertising                            600.00 2.00% Other Expenses                        2,000.00 6.67% Net Profit = Gross Margin - Expenses                        2,500.00 8.33%